| On global attractors for autonomous damped wave equation with discontinuous nonlinearity NV Gorban, OV Kapustyan, PO Kasyanov, LS Paliichuk Continuous and Distributed Systems, 221-237, 2014 | 35 | 2014 |
| Automatic feedback control for one class of contact piezoelectric roblems MZ Zgurovsky, PO Kasyanov, LS Paliichuk Ñèñòåìí³ äîñë³äæåííÿ òà ³íôîðìàö³éí³ òåõíîëî㳿, 56-68, 2014 | 11 | 2014 |
| Long-time behavior of state functions for climate energy balance model NV Gorban, OV Khomenko, LS Paliichuk, AM Tkachuk Discrete & Continuous Dynamical Systems-B 22 (5), 1887-1897, 2017 | 7 | 2017 |
| Dynamics of solutions for controlled piezoelectric fields with multivalued “reaction-displacement” law MZ Zgurovsky, PO Kasyanov, LS Paliichuk, AM Tkachuk Continuous and Distributed Systems II, 267-276, 2015 | 7 | 2015 |
| Qualitative and Quantitative Analysis of Weak Solutions of Energy-Balance Climate Models MZ Zgurovsky, PO Kasyanov, NV Gorban, LS Paliichuk Cybernetics and Systems Analysis 55 (4), 552-560, 2019 | 3 | 2019 |
| Uniform attractors for vanishing viscosity approximations of non-autonomous complex flows NV Gorban, OV Kapustyan, PO Kasyanov, OV Khomenko, LS Paliichuk, ... Æóðíàë ç îïòèì³çàö³¿, äèôåðåíö³àëüíèõ ð³âíÿíü òà ¿õ çàñòîñóâàíü 26 (2), 1-12, 2018 | 3 | 2018 |
| Uniform Global Attractor for Nonautonomous Reaction–Diffusion Equations with Carathéodory’s Nonlinearity NV Gorban, LS Paliichuk Advances in Dynamical Systems and Control, 265-272, 2016 | 2 | 2016 |
| Asymptotic Translation Uniform Integrability and Multivalued Dynamics of Solutions for Non-autonomous Reaction-Diffusion Equations MZ Zgurovsky, PO Kasyanov, NV Gorban, LS Paliichuk Modern Mathematics and Mechanics, 413-423, 2019 | 1 | 2019 |
| ßê³ñí³ âëàñòèâîñò³ òà ñê³í÷åííîâèì³ðí³ñòü ç òî÷í³ñòþ äî ìàëîãî ïàðàìåòðà ñëàáêèõ ðîçâ’ÿçê³â êë³ìàòîëîã³÷íî¿ ìîäåë³ Áóäèêî–Ñåëëåðñà MZ Zgurovsky, PO Kasyanov, NV Gorban, LS Paliichuk Ñèñòåìí³ äîñë³äæåííÿ òà ³íôîðìàö³éí³ òåõíîëî㳿, 7-18, 2018 | 1 | 2018 |
| On finite dimensional dynamics up to a small parameter of reaction-diffusion inclusion in unbounded domain NV Gorban, PO Kasyanov, LS Paliichuk | 1 | 2016 |
| Ïîòðàºêòîðíà ïîâåä³íêà êëàñó êåðîâàíèõ ï’ºçîåëåêòðè÷íèõ ïîë³â ç íåìîíîòîííèì ïîòåíö³àëîì ÏÎ Êàñüÿíîâ, ËÑ Ïàë³é÷óê, ËÑ Ïàëèé÷óê ÍÒÓÓ" Êϲ", 2014 | 1 | 2014 |
| 20. ÃËÎÁÀËÜͲ ÀÒÐÀÊÒÎÐÈ ÄËß ÀÂÒÎÍÎÌÍÎÃÎ ÕÂÈËÜÎÂÎÃΠвÂÍßÍÍß Ç ÐÎÇÐÈÂÍÎÞ ÍÅ˲ͲÉͲÑÒÞ ÏÎ Êàñüÿíîâ, Í Ãîðáàíü, ËÑ Ïàë³é÷óê, ΠÊàïóñòÿí ÍÀÓÊÎÂÎ-ÌÅÒÎÄÈ×ÍÀ ÊÎÍÔÅÐÅÍÖ²ß, 43, 2013 | 1 | 2013 |
| On random attractor of semilinear stochastically perturbed wave equation without uniqueness G Iovane, OV Kapustyan, LS Paliichuk, OV Pereguda Ïîë³òåõí³êà, 2013 | 1 | 2013 |
| QUALITATIVE ANALYSIS OF BUDYKO-SELLERS CLIMATOLOGY MODEL NV GORBAN, LS PALIICHUK BOOK of ABSTRACTS, 27, 2018 | | 2018 |
| Áàãàòîçíà÷íèé àíàë³ç åâîëþö³éíèõ ñèñòåì õâèëüîâîãî òèïó ç íåðåãóëÿðíèìè îáìåæåííÿìè ËÑ Ïàë³é÷óê Êè¿â, 2018 | | 2018 |
| Åëåìåíòè íåë³í³éíîãî àíàë³çó. ×àñòèíà ²: Âñòóï äî ïðèêëàäíîãî ôóíêö³îíàëüíîãî àíàë³çó ΠÊàïóñòÿí, Í Ãîðáàíü, ËÑ Ïàë³é÷óê, ²Ä Ôàðòóøíèé, ΠÕîìåíêî ÍÒÓÓ «Êϲ», 2015 | | 2015 |
| Ìåòîä ìíîãîçíà÷íûõ ïîëóãðóïï îïåðàòîðîâ â èññëåäîâàíèè äîëãîñðî÷íûõ ïðîãíîçîâ óïðàâëÿåìûõ ïüåçîýëåêòðè÷åñêèõ ïîëåé ÏÎ Êàñüÿíîâ, ËÑ Ïàëèé÷óê, ÀÍ Òêà÷óê ×åáûøåâñêèé ñáîðíèê 15 (2), 2014 | | 2014 |
| Ñèñòåìíèé àíàë³ç ñòîõàñòè÷íî ðîçïîä³ëåíèõ ñèñòåì ÏÎ Êàñüÿíîâ, Í Çàäîÿí÷óê, Í Ãîðáàíü, ËÑ Ïàë³é÷óê | | 2011 |
